A sum of money was divided between two person x and y in ratio 3:2.express X’s share as a percentage of the total sum.
(Answer is 60, need solution please help!!!)
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A sum of money was divided between two person x and y in ratio 3:2.express X’s share as a percentage of the total sum.
(Answer is 60, need solution please help!!!)
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Answer:
To express X's share as a percentage of the total sum, we need to determine the proportion of the total sum that X received.
Let's assume the total sum of money is represented by 'T'. According to the given ratio of 3:2, X's share can be calculated as:
X's share = (3 / (3 + 2)) * T
= (3/5) * T
To express X's share as a percentage, we multiply it by 100:
X's share percentage = ((3/5) * T) / T * 100
= (3/5) * 100
= 60%
Therefore, X's share is 60% of the total sum.
Answer:
Let’s assume that the total sum of money is 100 units.
According to the given ratio, X gets 3 units and Y gets 2 units.
Therefore, the total amount of money that X gets is 3/5 of the total sum:
X's share = (3/5) x 100
= 60 units
To express X’s share as a percentage of the total sum, we can use the following formula:
Percentage = (Part / Whole) x 100
In this case, the part is X’s share (60 units) and the whole is the total sum (100 units). Therefore, we have:
Percentage = (60 / 100) x 100
= 60%
Therefore, X’s share is 60% of the total sum.